We extend to mappings of exponential distortions in the plane and degenerate elliptic equations a result of Spagnolo about G-convergence of Laplace- Beltrami operator in divergence form, associated to K-quasiregular mappings.
On the $Gamma$-convergence of Laplace-Beltrami operators in the plane
FORMICA, MARIA ROSARIA
2000-01-01
Abstract
We extend to mappings of exponential distortions in the plane and degenerate elliptic equations a result of Spagnolo about G-convergence of Laplace- Beltrami operator in divergence form, associated to K-quasiregular mappings.File in questo prodotto:
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